ebsd2021:tema10
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| ebsd2021:tema10 [2021/09/22 10:07] – escola | ebsd2021:tema10 [2021/09/22 10:23] (current) – escola | ||
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| + | **Tema 10: Poincaré series** | ||
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| A fairly good reference for principle ideas in this section (see results stated in [Section 2.5, Knieper '02] is also [Nicholls '89]. Let $X$ be a metric space (we have in mind a Hadamard manifold). | A fairly good reference for principle ideas in this section (see results stated in [Section 2.5, Knieper '02] is also [Nicholls '89]. Let $X$ be a metric space (we have in mind a Hadamard manifold). | ||
| Let $\Gamma$ be a discrete infinite subgroup of the group of isometries acting on $X$. | Let $\Gamma$ be a discrete infinite subgroup of the group of isometries acting on $X$. | ||
ebsd2021/tema10.1632316066.txt.gz · Last modified: 2021/09/22 10:07 by escola